Generalized Principle of Maximum Entropy and Irreversible Processes
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概要
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We investigate another possibility of developing a statistical theory in extended irreversible thermodynamics (EIT). Generalizing the principle of maximum entropy, we derive the time evolution equations of the dissipative fluxes which are second order differential equations in a scaled time. These equations involve two categories, transport coefficients and relaxation times, both of which are expressed in terms of the equal-time correlations of fluctuations of physical quantities. The reciprocal relations between the transport coefficients are proved for a nonequilibrium system undergoing a transient process. It is an aim of the present paper to perform the still missing generalization of the response theory from a different angle.
- 一般社団法人日本物理学会の論文
- 1995-12-15
著者
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Ichiyanagi Masakazu
Department Of Applied Physics Faculty Of Engineering Osaka University
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Ichiyanagi Masakazu
Department Of Mathematical Science Gifu University Of Economics
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